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31

EJC
2008

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Deforming Meyer sets

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Deforming Meyer sets

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A linear deformation of a Meyer set M in Rd is the image of M under a group homomorphism of the group [M] generated by M into Rd . We provide a necessary and sufficient condition for such a deformation to be a Meyer set. In the case that the deformation is a Meyer set and the deformation is injective, the deformation is pure point diffractive if the orginal set M is pure point diffractive. AMS Classification Codes 52C23 51P05

Jeong-Yup Lee, Robert V. Moody

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EJC 2007 | EJC 2008 | Group Homomorphism | Information Technology | Linear Deformation | Pure Point |

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Added	10 Dec 2010
Updated	10 Dec 2010
Type	Journal
Year	2008
Where	EJC
Authors	Jeong-Yup Lee, Robert V. Moody

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